SR-260N - Watch CITIZEN - Free user manual and instructions

USER MANUAL SR-260N CITIZEN

Design and specifications are subject to change without notice.

Order of operations 4

Correction 5

Accuracy and Capacity 5

Overflow / Error conditions 7

Basic calculation 8

Mixed arithmetic calculation 8

Parentheses calculations 8

Constant calculation. 8

Percentage calculation. 9

Memory calculation 9

Scientific calculation 10

Reciprocal, Factorial 10

Square, Square / Cubic Root, Power, Root 10

Logarithms and Antilogarithms 10

Fraction calculation 10

Angular units conversion 11

Trigonometric / Inverse trigonometric functions 11

Hyperbolic / Inverse hyperbolic functions 12

Rectangular / Polar coordinates 12

Permutations, Combinations 13

Sexagesimal Decimal form conversion 13

Base-n mode calculation 14

Complex numbers calculation 14

Random numbers and Exchange key 15

Unit conversion 15

Statistics calculation 15

Computing single variable statistics 15

Viewing statistics data 17

Adding a data entry 17

Editing statistics data 18

Delete error 18

Weighted data entry method 19

General guide

Power supply

On or Off :

To turn the calculator on, press [ON/C]; to turn the calculator off, press [2ndF] [OFF].

Auto power-off function :

This calculator automatically turns off it when not operated for approximately 9 minutes. Power can be restored by pressing the [ON/C] key again. Memory contents and the previous mode setting (STAT, DEG, CPLX, Base-n,) are retained even when power is turned off or auto power-off.

Battery replacement :

The calculator is powered by two alkaline batteries (G13 or LR44).

When the display dims, replace the batteries. Be careful not to be injured when you replace the battery.

1. Unscrew the screws on the back of the calculator.
2. Insert a flat bladed screwdriver into the slot between the upper and lower case then carefully twist it to separate the case.
3. Remove both batteries and dispose of them properly. Never allow children to play with batteries.
4. Wipe off the new batteries with a dry cloth to maintain good contact.
5. Insert the two new batteries with their flat sides (plus terminals) up.
6. Align the upper and lower cases then snap them to close together.
7. Tighten the screws.

The keyboard

Many of the calculator's keys are used to perform more than one function. The functions marked on the keyboard are printed differently to help you find the one you need quickly and easily.

1st functions

Those are the functions that are normally executed when you press the key.

2nd functions

The second function is printed above or to the right of the key. To execute 2nd functions key, please press [2ndF] then the corresponding key. When you press [2ndF], the "2ndF" indicator shown in the display is to tell you that you will be selecting the second function of the next key you press. If you press [2ndF] by mistake, simply press [2ndF] again to remove the "2ndF" indicator.

(Note): [A], [B], [C], [D], [E], [F] are 1^st functions in HEX mode.

Display symbols

Indicators shown on the display is to indicate you the current status of the calculator.

DEG or RAD or GRAD : angular unit

M: Independent memory	CPLX: Complex number mode
E: Overflow / Error	STAT: Statistical mode
-: minus	2ndF: [2ndF] key pressed
(): Parenthesis calculation	CP: Precision capability
BIN: Binary mode	CPK: Process capability
OCT:Octal mode	σ: Deviation
HEX:Hexadecimal mode	USL: Setting upper limit
ED: Edit mode	LSL: Setting lower limit
HYP: Hyperbolic mode

Display formats

The calculator can display numbers in four formats: floating point, fixed point, scientific, and engineering.

Floating point display format

The floating point format displays numbers in decimal form, using up to 10 digits. Any trailing zeros are truncated.

If the result of a calculation is too large to be represented in 10 digits, the display automatically switches to scientific format. If the result of later calculations is small enough to be displayed in 10 digits, the calculator returns to floating point format.

(Ex.): Set the display in floating display format.

Step: Press [2ndF] [TAB] [●]

Fixed point display format

The fixed point, scientific, and engineering formats use a fixed number of decimal places to display numbers. If more than the selected number of decimal places is keyed, it will be rounded to the correct number of decimal places.

(Ex.): Fix the display at 2 decimal places, then key in 3.256

Step 1: Press [2ndF] [TAB] 2

Step 2: key in 3.256 [ = ]

On the contrary, if fewer than the selected number of decimal places is keyed, it will be padded with trailing zero.

(Ex.): Fix the display at 4 decimal places, then key in 4.23

Step 1: Press [2ndF] [TAB] 4

Step 2: key in 4.23 [ = ]

DEG

4.2300

Scientific display format

In Scientific display format, the number 891500 can be shown in scientific format as 8.915 × 10^05 , where 8.915 is called the mantissa and 5 is as the exponent of 10.

(Ex.): 7132 x 125 is displayed in scientific display format.

Step 1: key in 7132 [x] 125 [=]

DEG	8	9	1	5	0	0.
DEG	8.	9	1	5

Step 2: press [F E]

(in floating point format)

Besides, entry can be made in scientific notation by using the [EXP] key after entering the mantissa.

(Ex.): Key the number 4.82296 × 10^5

Step :key in 4.82296 [ EXP ] 5

DEG

4.

8

2

2

9

6

05

(in floating point format)

Engineering display format

The format is similar to the scientific format, expect the mantissa can have up to three digits left of the decimal, instead of only one, and the exponent is always a multiple of three. It is useful for engineers to convert units based on multiples of 10^3 .

(Ex.): Convert 15 ~V into 15000 mV

Step 1: key in 15

Step 2: press [ENG] twice

(Ex.): Convert 15V into 0.015KV

Step 1: key in 15

Step 2: press [2ndF] [] twice

(V: Volt)

DEG	1	5.
DEG	-03
	1	5	0 0 0.

(V: Volt)

DEG	1	5.
DEG	0.	0	1 5 03

Order of operations

Each calculation is performed in the following order of precedence :

1) Operation in parenthesis.
2) Functions required pressing the function key before entering, for example, [ DATA ] in STAT mode and [ EXP ] key.
3) Functions required inputing values before pressing the function key, for example, cos, sin, tan, cos ^-1 , sin ^-1 , tan ^-1 , log, In, x ^2 , 1/x, , , [3] , x!, %, RND, ENG, →0, →0, →0, and 6 units conversion.
4) Fractions
5) + / -

6) x^y, [y]x
7) nPr, nCr
8) x, ÷
9) +, -

Correction

If you have made a mistake when entering a number (but you have not yet pressed an arithmetic operator key), just press [CE] to clear the last entry then input it again, or delete individual digits by using the backspace key [00 0] .

(Ex.): Correct 12385 as 789

Step: Press [CE] 789

(Ex.): Correct 12385 as 123

Step: Press [00 0] twice

DEG

7

8

9.

DEG

1

2

3.

In a series of calculations, you can correct errors in immediate results by pressing [ON/C] to clear the calculation completely (expect clearing memory, see page 9).

If you press the wrong arithmetic operation key, just press [ CE ] key before entering anything else.

Accuracy and Capacity

Accuracy: ± 1 in 10th digit.

Capacity :

In general, every reasonable calculation is displayed up to 10 digit mantissa, or 10-digit mantissa plus 2-digit exponent up to 10^± 99 or integers between -999999999 and 9999999999.

Numbers used as input must be within the range of the given function. The range for each of the calculator's functions is given in the following pages.

Functions	Input range
sin x, cos x, tan x	Deg : | x | < 4.5 x 1010deg Rad : | x | < 2.5 x 108π rad Grad : | x | < 5 x 1010grad however, for tan x Deg : | x | ≠ 90 (2n+1) Rad : | x | ≠ π/2(2n+1) Grad : | x | ≠ 100 (2n+1) (n is an integer)
sin -1 x, cos -1 x	| x | ≤ 1
tan-1x	| x | < 1 x 10100
sinh x, cosh x	| x | ≤ 230.2585092
tanh x	| x | < 1 x 10100
sinh-1x	| x | < 5 x 1099
cosh-1x	1 ≤ x < 5 x 1099
tanh-1x	| x | < 1
log x, In x	1 x 10-99 ≤ x < 1 x 10100
10^x	-1 x 10100 < x < 100
e^x	-1 x 10100 < x ≤ 230.2585092
√x	0 ≤ x < 1 x 10100
x^2	| x | < 1 x 1050
1 / x	| x | < 1 x 10100, x ≠ 0
3√x	| x | < 1 x 10100
x!	0 ≤ x ≤ 69, x is an integer.
R→P	√x^2 + y^2 < 1 x 10100
P→R	0 ≤ r < 1 x 10100Deg : |θ| < 4.5 x 1010degRad : |θ| < 2.5 x 108π radGrad : |θ| < 5 x 1010gradhowever, for tan xDeg : |θ| ≠ 90 (2n-1)Rad : |θ| ≠ π/2 (2n-1)Grad : |θ| ≠ 100 (2n-1) (n is an integer)
→o, „	| DD |, MM, SS.SS < 1 x 10100,0 ≤ MM, SS.SS
o, „ →	| x | < 1 x 10100
x^y	x > 0 : -1 x 10100 < y log x < 100x = 0 : y > 0x < 0 : y = n, 1/(2n+1), n is an integer.but -1 x 10100 < y log | x | <100
√x	x > 0 : y ≠ 0, -1 x 10100 < 1/y log x < 100x = 0 : y > 0
	x < 0 : y = 2n+1, l/n, n is an integer. (n ≠ 0) but -1 x 10100 < 1/y log | x | <100
a %	Input: Total of integer, numerator and denominator must be within 10 digits (includes division marks) Result: Result displayed as fraction for integer when integer, numerator and denominator are less than 1 x 1010
nPr, nCr	0≤r≤n, n≤9999999999, n, r are integers.
STAT	| x | < 1x1050, | Σx | < 1 x 10100 0 ≤ | Σx2 | < 1 x 10100, n, r are integers x̄: n≠0, S: n>1, σ: n>0 Range = 1 ~ r, 1 ≤ n ≤ r, 80 ≤ r ≤ 20400
→DEC	0 ≤ x ≤ 9999999999 (for zero or positive) - 9999999999 ≤ x ≤ -1 (for negative)
→BIN	0 ≤ x ≤ 0111111111 (for zero, positive) 1000000000 ≤ x ≤ 1111111111 (for negative)
→OCT	0 ≤ x ≤ 3777777777 (for zero or positive) 4000000000 ≤ x ≤ 7777777777 (for negative)
→HEX	0 ≤ x ≤ 2540BE3FF (for zero or positive) FDABF41C01 ≤ x ≤ FFFFFFF (for negative)

Overflow / Error conditions

A symbol “E” are indicated on the display when any of the following conditions occur and further calculation becomes impossible. Just press [ON/C] to release those overflow or error indicator and the subsequent calculation can then be performed.

1) When function calculations are performed with a number exceeding the input range.
2) When a number is divided by 0.
3) When the [ ( ] key is used more than 15 times in a single expression.
4) When a result (whether intermediate or final) or accumulated total in memory exceeds the limit. ( ± 9.999999999 × 10^-99 )
5) When more than six pending operations.

Basic calculation

Before performing the following calculation, check to see that your calculator is in decimal base and floating point display.

Mixed arithmetic calculation

1 + 2 × 3 = ?	1 [+] 2 [x] 3 [=]	DEG 7.
-3.5 + 8 ÷ 2 = ?	3.5 [+/-] [+] 8 [÷] 2 [=]	DEG 0.5

Parentheses calculations

Operation inside parentheses are always executed first. You can use up to 15 levels of parentheses in a single calculation. When the first parenthesis is opened, the “( )” indicator appears and remains in the display until the last parenthesis is closed.

(5-2×1.5)×3 + 0.8×(-4)=?	[()5[-]2[x]1.5[]) 3[+]0.8[x]4[+/-][=]	DEG 2.8
2×{7+6×(5+4)}=?	2[x][(?]7[+]6[x][] 5[+]4[=]	DEG 1 2 2.

(Note): It is unnecessary to press the [ ] key before the [ = ] key.

Constant calculation

The calculator enables you to repeat the last number entered or the last operation executed by pressing [ = ] key.

Repeating the last number

3 x 3 = ?	3 [x] [=]	DEG	9.
3 x 3 x 3 = ?
3 x 3 x 3 x 3 = ?			2 7.
	[ = ]	DEG	8 1.

Repeating the arithmetic operation

321 + 357 = ?654 + 357 = ?	321 [+] 357 [= ]	DEG6 7 8.
	654 [= ]	DEG1 0 1 1.
579 - 159 = ?456 - 159 = ?	579 [-] 159 [= ]	DEG4 2 0.
	456 [= ]	DEG2 9 7.
18 x 45 = ?18 x 23 = ?18 x (0.5 x 102) = ?	3 [x] 6 [x] 45 [= ]	DEG8 1 0.
	23 [= ]	DEG4 1 4.
	0.5 [EXP] 2 [= ]	DEG9 0 0.
96 ÷ 8 = ?	96 [÷] 8 [=]	DEG 1 2.
75 ÷ 8 = ?	75 [=]	DEG 9.3 7 5
(1.2 × 10²) ÷ 8 = ?	1.2 [EXP] 2 [=]	DEG 1 5.

Percentage calculation

30% of 120 = ?	120 [x] 30 [2ndF] [%] [=]	DEG
70% of 120 = ?	70 [2ndF] [%] [=]	DEG
		8 4.
88 is 55% of what number=?	88 [÷] 55 [2ndF] [%] [=]	DEG
		1 6 0.
30% add-on of 120=?	120 [+] 30 [2ndF] [%] [=]	DEG
		1 5 6.
30% discount of 120 = ?	120 [−] 30 [2ndF] [%] [=]	DEG
		8 4.

Memory calculation

You should keep the following rules in mind when performing memory calculations.

1) The “M” indicator appears when a number is stored in the memory.
2) Recalling from a memory by pressing [ MR ] key does not affect its contents.
3) All memories are unavailable under STAT mode.
4) In order to exchange the content of the memory for the displayed number, please press [X M] key.
5) The contents of the memories can be cleared by pressing [0] [X M] or [ON/C] [X M] in sequence.

3 x 5 +) 56 ÷ 7 +) 74 - 8 x 7 Total = ?	[ ON/C ] [X→M]	DEG 0.
	3 [x] 5 [M+]	DEG M	1 5.
	56 [÷] 7 [M+]	DEG M	8.
	74 [-] 8 [x] 7 [M+]	DEG M	1 8.
	[ MR ]	DEG M	4 1.
	0 [X→M]	DEG 0.

Scientific calculation

Before performing the following calculation, check to see that your calculator is fixed at 2 decimal places display format.

Reciprocal, Factorial

1/1.25 = ?	1.25 [ 2ndF ] [1/x] [ = ]	DEG 0.80
5! = ?	5 [ 2ndF ] [x!] [ = ]	DEG 1 2 0.00

Square, Square / Cubic Root, Power, Root

22+34=?	2[x2][+]3[xy]4[=]	DEG 8 5.0 0
5x3/27+√34 =?	5[x]27[2ndF][3√] [+]34[√][=]	DEG 2 0.8 3
9/72=?	72[2ndF][y/x]9[=]	DEG 1.6 1

Logarithms and Antilogarithms

ln7 + log100 = ?	7 [ ln ] [ + ] 100 [ log ] [ = ]	DEG 3.95
10^2 = ?	2 [2ndF] [10^X] [= ]	DEG 1 0 0.0 0
e^5 - e^-2 = ?	5 [2ndF] [e^X] [-] 2 [+/-] [2ndF] [e^X] [= ]	DEG 1 4 8.2 8

Fraction calculation

Fraction value display is as follow :

(Note): Total of integer, numerator and denominator must be within 10 digits, or the fractional value couldn't be shown completely.

By pressing [2ndF] [ %] , the displayed value will be converted to the improper fraction.

2/3 + 7 3/5 =8 4/15	2 [a %] 3 [+] 7 [a %] 3 [a %] 5 [=]	DEG 8 ∟ 4 ↓ 1 5
=124/15	[2ndF] [→%]	DEG 1 2 4 ↓ 1 5

When a press of [a] key after the [=] key or a fraction performed with a decimal, the answer is displayed as a decimal.

5 4/9 + 3 3/4 =9 7/36 =9.19 8 4/9 + 3.75 =12.19	5 [a b/c] 4 [a b/c] 9 [+] 3 [a b/c] 3 [a b/c] 4 [=]	DEG 9 ⊥ 7 ↓ 3 6
	[a b/c]	DEG 9.1 9
	8 [a b/c] 4 [a b/c] 9 [+] 3.75 [=]	DEG 1 2.1 9

During a fraction calculation, if the figure is reducible, a figure is reduced to the lowest terms after pressing a function command key ([ + ], [ - ], [ × ] or [÷ ] ) or the [ = ] key.

3 119/21 = 8 2/3

3 [a %] 119 [a %] 21 [=]

DEG 8 ⊟ 2 ↓ 3

If total of integer, numerator and denominator exceeds 10 digits (including division marks), the result answer will be displayed as a decimal.

12345 5/16 + 5 6/13 = 12350.77

12345 [a %] 5 [a %] 16 [+] 5 [a %] 6 [a %] 13 [=]

DEG 1 2 3 5 0.7 7

Angular units conversion

The calculator enables you to convert a angular unit among degrees(DEG), radians(RAD), and grad(GRAD).

The relation among the three angle units is :

$$ 1 8 0 ^ {\circ} = \pi \mathrm {r a d} = 2 0 0 \mathrm {g r a d} $$

1) To change the default setting to another setting, press [DRG] key repeatedly until the angular unit you want is indicated in the display.
2) After entering an angle, press [ 2ndF ] [ DRG→] repeatedly until the converted value is displayed.

90 °(deg) = ? (rad) = ? (grad)	90	DEG 9 0.
	[2ndF] [DRG→]	RAD 1.5 7
	[2ndF] [DRG→]	GRAD 1 0 0.0 0

Trigonometric / Inverse trigonometric functions

When using those key, make sure the calculator is set for the angular unit you want.

3 sin 85° = ?	3 [x] 85 [sin] [=]	DEG 2.9 9
cos (π/4 rad) = ?	[DRG] [2ndF] [π] [÷] 4 [=] [cos]	RAD 0.7 1
tan 150grad = ?	[DRG] 150 [tan]	GRAD -1.0 0
sin-10.5 = ? deg	[DRG] 0.5 [2ndF] [sin-1]	DEG 3 0.0 0
cos-1(1/√2) = ? rad	[DRG] 2 [√] [2ndF] [1/x] [2ndF] [cos-1]	RAD 0.7 9
tan-11 = ? grad	[DRG] 1 [2ndF] [tan-1]	GRAD 5 0.0 0

Hyperbolic / Inverse hyperbolic functions

\( \cosh 1.5+\sinh 1.5 \) =	1.5 [ HYP ] [ cos ] [ + ] 1.5 [ HYP ] [ sin ] [ = ]	DEG 4. 4 8
\( \sinh^{-1}7= \)	7 [ HYP ] [ 2ndF ] [ sin-1]	DEG 2. 6 4
\( \tanh 1= \)	1 [ HYP ] [ tan ]	DEG 0. 7 6

Rectangular / Polar coordinates

Rectangular Coordinates

$$ a + b i = r (\cos \theta + i \sin \theta) $$

Polar Coordinates

(Note): When using those key, make sure the calculator is set for the angular unit you want.

Converting from Rectangular to Polar

If a = 5 and b = 6, what are r and θ?	5 [a] 6 [b] [2ndF] [R→P]	DEG 7. 8 1
	[b]	DEG 5 0. 1 9

Converting from Polar to Rectangular

If r = 25 and θ = 56°, what are a and b?	25 [a] 56 [b] [2ndF] [P→R]	DEG 1 3.9 8
	[b]	DEG 2 0.7 3

Permutations, Combinations

nPr = n ! / (n - r)!	nCr = n ! / r ! (n - r)!
How many permutations of 4 items can you select out of a set of numbers of 7 items?	7 [2ndF] [nPr] 4 [=]	DEG 8 4 0. 0 0
How many combinations of 4 items can you select out of a set of numbers of 7 items?	7 [2ndF] [nCr] 4 [=]	DEG 3 5. 0 0

Sexagesimal Decimal form conversion

The calculator enables you to convert the sexagesimal figure (degree, minute and second) to decimal notation by pressing [0, 1] and converts the decimal notation to the sexagesimal notation by [2ndF][ 0, 1 ].

Sexagesimal figure value display is as follow :

12□ 45'30'15 Represent 12 degrees, 45 minutes, 30.5 seconds (Note): The total digits of D, M and S and separator marks must be within 10 digits, or the sexagesimal couldn't be shown completely.

Converting from Sexagesimal to Decimal

12 deg., 45 min., 30.5 sec=?

12 [ o','] 45 [ o','] 30.5 [ o',']

DEG 1 2.7 6

Converting from Decimal to Sexagesimal

2.12345 = ?

2.12345 [ 2ndF ] [ →0,0]

2 7 1 2 4 11 4 2

Base-n mode calculation

Converting between bases

The unit enables you to calculate in number base other than decimal. The calculator can add, subtract, multiply, and divide binary, octal, and hexadecimal numbers. Select the number base you want by the [] , [] , [] , [] keys. The BIN, OCT, and HEX indicators show you which base you are using. (if none of the indicators appears in the appear in the display, you are in decimal base.)

The keys active in each base is described as follows :

Binary base : [ 0 ] [ 1 ]

Octal base : [ 0 ]~[ 7 ]

Decimal base: [0] [9]

Hexadecimal base : [ 0 ] ~ [ 9 ], [ A ] ~ [ F ]

31 (base 10) = ? (base 2) = ?(base 8) = ? (base 16)	[2ndF] [→DEC] 31	DEG 3 1.
	[2ndF] [→BIN]	DEG BIN 1 1 1 1 1 1.
	[2ndF] [→OCT]	DEG OCT 3 7.
	[2ndF] [→HEX]	DEG HEX 1 F.
4 X 1B (base 16) = ? (base 2) = ? (base 10) = ? (base 8)	[2ndF] [→HEX] 4 [x] 1B [=]	DEG HEX 6 C.
	[2ndF] [→BIN]	DEG BIN 1 1 0 1 1 0 0.
	[2ndF] [→DEC]	DEG 1 0 8.0 0
	[2ndF] [→OCT]	DEG OCT 1 5 4.

Negative and Complements

In binary, octal, and hexadecimal bases, the calculator represents negative numbers using complement notation. The complement's is the result of subtracting that number from 1000000000 in that number's base by pressing [+/-] key in non-decimal bases.

Calculate the complement of binary number 11011

[2ndF] [→BIN] 11011 [+/-]

DEG BIN 1 1 1 1 1 0 0 1 01.

Complex numbers calculation

Select the complex numbers mode by pressing [ CPLX ] key and make sure “ CPLX “ indicator appears on the display. The calculator enables you to add, subtract, multiply, and divide complex numbers.

Complex numbers are generally represented as a + b i, where a is a real and b is imaginary.

(7-9i)+(15+10i)=?	[2ndF][CPLX]7 [a]9[+/−][b][+]15[a]10[b][]=	DEG CPLX 2 2.0 0
	[b]	DEG CPLX 1.0 0

(Note): Memory calculation is available in complex number mode.

Random numbers and Exchange key

Random key

Pressing [ RND ] key enables the display to generate random numbers between 0.000 and 0.999.

Press [2ndF] [RND]

DEG

0.231

Exchange key

Pressing [2ndF] [X Y] enables the displayed value to exchange as the previous value.

123 + 456 = ?	123 [+] 456 [=]	DEG 5 7 9.0 0
	[2ndF] [X↔Y]	DEG 4 5 6.0 0
	[2ndF] [X↔Y]	DEG 5 7 9.0 0

Unit conversion

in cm

12 in = ? cm	12 [A→B] [2ndF] [in←cm]	DEG 3 0.4 8
98 cm = ? in	98 [2ndF] [A←B] [2ndF] [in←cm]	DEG 3 8.5 8

(Note): The operating procedure for unit conversion key, [^ F ^ C] , [mmHg kpa], [gal I], [lb kg], [oz g], is similar to the above example.

Statistics calculation

Computing single variable statistics

Select the mode by pressing [ STAT ] key and make sure "STAT" indictor appears on the display.

The STAT mode enables you to calculate the following single variable statistics :

number of all data

∑x sum of all data

x^2 sum of the squares

X mean value

S Sample Standard deviation x^2 - ( x)^2 / nn - 1

Population standard deviation x^2 - ( x)^2 / nn

CP Precision capability - LSL6

CPK Process capability Min(CPU, CPL)

$$ \text {w h e r e} \mathrm {C P U} = \frac {U S L - \bar {x}}{3 \sigma} \quad \mathrm {C P L} = \frac {\bar {x} - L S L}{3 \sigma} $$

(Note): In STAT mode, all function key are available, except base-n calculation.

(Ex. 1): Enter the following data to calculate Σx, Σx2, n, x̄, S, CP, and CPK, where data 1 = 2, data 2~5 = 5, data 6~8 = 9, USL value: 12, LSL value: 2
In STAT mode	[2ndF] [STAT]	DEG STAT 0.0 0
Enter all data	[DATA] 2	DEG STAT 2.
	[DATA] 5	DEG STAT 5.
	[DATA] 5	DEG STAT 5.
	[DATA] 5	DEG STAT 5.
	[DATA] 5	DEG STAT 5.
	[DATA] 9	DEG STAT 9.
	[DATA] 9	DEG STAT 9.
	[DATA] 9	DEG STAT 9.
	[=]	DEG STAT 0.0 0
x̄ = ?	[x̄]	DEG STAT 6.1 3
n = ?	[n]	DEG STAT 8.0 0
S = ?	[S]	DEG STAT 2.5 9
Σx = ?	[2ndF] [Σx]	DEG STAT 4 9.0 0
Σx2=?	[2ndF][Σx2]	DEG STAT 347.00
σ=?	[2ndF][σ]	DEG STAT σ 2.42
CP=?	[2ndF][CP]12	DEG STAT 12.2. CP USL
	[=]2	DEG STAT 2. CP LSL
	[=]	DEG STAT 0.69 CP
CPK=?	[2ndF][CPK]	DEG STAT 12.00 CP USL
	[=]	DEG STAT 2.00 CP LSL
	[=]	DEG STAT 0.57 CPK

(Note): The calculator keeps a record of all the entries you make and these entries are retained even if auto power-off or turning off, unless exiting STAT mode.

Viewing statistics data

Pressing [ DATA ] or [ = ] key under ED mode can view the statistics data you have entered. The difference between [ DATA ] and [ = ] is the item of the data entry appears 1.5 sec. before the value by [ DATA ], the value appears immediately without the item by [ = ] .

(Ex.2) : View the statistics data based on Ex. 1.

Step 0: Press [2ndF] [EDIT] to enter ED mode.

(Method 1):

Step 1: Press [DATA] once to view the first data.

DEG ED STAT d A t A 1

1.5 sec. →

DEG ED STAT 2.0 0

Step 2: Continue pressing [ DATA ] once for each data, it will display data 2, 5.00, data 3, 5.00, data 4, 5.00, data 5, 5.00, data 6, 9.00, data 7, 9.00, data 8, 9.00 in sequence.

(Method 2):

Step 1: Press [ = ] once to view the first data

DEG	ED	STAT
		2.0 0

Step 2: Continue pressing [=] once for each data, it will display 5.00, 5.00, 5.00, 5.00, 9.00, 9.00, 9.00 in sequence.

Adding a data entry

(Ex.3) : Add data 9 = 10 to Ex.1

Step 1: Press [DATA] 10

DEG	STAT
	1 0.

Step 2: The calculator updates the statistics as you enter data. You can recall all variable statistics to get the following result: = 6.56 , n = 9.00 , S = 2.74 , x = 59.00 , x^2 = 447.00 , = 2.59 , where data 1 = 2.00 , data 2 5 = 5.00 , data 6 8 = 9.00 , data 9 = 10.00

Editing statistics data

(Ex.4): Based on Ex.1, correct data 1 = 2 as data 1 = 3

Method 1 :

Press 2 [2ndF] [DEL] 3 [=] to overwrite.

Method 2 :

Step 1: Press [2ndF] [EDIT]

Step 2: Find out 2 by [ DATA] or [ = ]

Step 3: Enter 3 to overwrite 2

DEG	ED	STAT 0.0 0
DEG	ED	STAT 2.0 0
DEG	ED	STAT 3.

Step 4: Press [ = ] and [2ndF] [EDIT] to exit ED mode, where those data are changed as data 1 = 3.00 , data 2 5 = 5.00 , data 6 8 = 9.00 .

(Ex.5): Based on Ex.1, delete data 1 = 2 .

Method 1 :

Press 2 [2ndF] [DEL] to delete 2.

Method 2 :

Step 1: Press [2ndF] [EDIT]

Step 2: Find out 2 by [ DATA] or [ = ]

Step 3: Press [2ndF] [DEL]

DEG	ED	STAT 0.0 0
DEG	ED	STAT 2.0 0
DEG	ED	STAT 5.0 0

Step 4: Press [2ndF] [EDIT] to exit ED mode, where those data are changed as data 1 4 = 5.00 , data 5 7 = 9.00 .

Delete error

(Ex.6): If you enter and delete a value that isn't included in the stored data by mistake, "dEL Error" appears, but the previous data are still retained, for example, delete 7 based on Ex.1.

Step 1: Press 7 [2ndF] [DEL]

Step 2: Press any key to clear it

DEG	STAT
	dEL Error
DEG	STAT
	0.0 0

Step 3: Enter ED mode, then view data by [ DATA ] or [ = ] , where those data are still data 1 = 2.00 , data 2 5 = 5.00 , data 6 8 = 9.00 .

(Ex.7): Based on Ex.1, enter 5 × 5 and delete it.

Step 1: Press 5 [x] 5 [2ndF] [DEL]

Step 2 : Press any key to clear it

DEG	STAT
	dEL Error
DEG	STAT
	0.0 0

Step 3: Enter ED mode, then view data by [ DATA ] or [ = ] , where those data are changed as data 1 = 2.00 , data 2 4 = 9.00 .

Weighted data entry method

Instead of entering directly each data, when often several item of data have the same value, you can enter the value and the number of occurrences up to 255. The data based on Ex.1 can be rewritten and entered as follow :

Value	Number of occurrences	Alternative method
2	1	[ DATA ] 2
5	4	[ DATA ] 5 [ x ] 4
9	3	[ DATA ] 9 [ x ] 3

, where data 1 = 2 , data 2 5 = 5 , data 6 8 = 9 .

Under ED mode, when you continue choosing a value from data 2~5 and correcting it as 33, the permutation among those data will be changed as data 1 = 2 , data 2 4 = 5 , data 5 = 33 , data 6 8 = 9 , where the new value 33 is inserted after data 4 = 5 .

(Note): A “FULL” is indicated when any of the following conditions occur and further data entry becomes impossible. Just pressing any key can clear the indicator. The previous data entries are still retained unless exiting STAT mode.

1) If the times of data entry by [ DATA ] is more than 80
2) The number of occurrences is more than 255
3) n > 20400 ( n = 20400 appears when the times of data entry by [DATA] are up to 80 and the number of occurrences for each value are all 255, i.e. 20400 = 80 × 255 .)

CONTENIDOS

GUIA GENERAL 2

CALCULO ARITMÉTICO MIXTO 8

CALCULO ENTRE PARENTESIS 8

CALCULO CONSTANTE 8

CALCULO PERCENTUAL 9

CALCULO MEMORIZADO 9

CALCULO CIENTIFICO 10

RECIPROCO, FACTORIAL 10

Paso 1: Presiona [2ndF] [TAB] 4

Paso 2: Tecla 4.23 [ = ]

DEG	0.0000
DEG	4.2300

FORMATO CIENTFICO

CALCULO ARITMÉTICO MIXTO

1 + 2 x 3 = ?	1 [+] 2 [x] 3 [=]	DEG 7.
-3.5 + 8 ÷ 2 = ?	3.5 [+/-] [+] 8 [÷] 2 [=]	DEG 0.5

CALCULO ENTRE PARENTESIS

Base Octal: [0] [7]

Base Decimal: [0] [9]

BaseHexadecimal:[0] [9],[A]\~[F]

31 (base 10) = ? (base 2) = ?(base 8) = ? (base 16)	[2ndF] [→DEC] 31	DEG 3 1.
	[2ndF] [→BIN]	DEG BIN 1 1 1 1 1.
	[2ndF] [→OCT]	DEG OCT 3 7.
	[2ndF] [→HEX]	DEG HEX 1 F.
4 X 1B (base 16) = ? (base 2) = ? (base 10) = ? (base 8)	[2ndF] [→HEX] 4 [x] 1B [=]	DEG HEX 6 C.
	[2ndF] [→BIN]	DEG BIN 1 1 0 1 1 0 0.
	[2ndF] [→DEC]	DEG 1 0 8.0 0
	[2ndF] [→OCT]	DEG OCT 1 5 4.

12 in = ? cm	12 [A→B] [2ndF] [in←cm]	DEG 3 0.4 8
98 cm = ? in	98 [2ndF] [A←B] [2ndF] [in←cm]	DEG 3 8.5 8

Paso 1: Presionar [2ndF] [EDIT]

Paso 2: Encunar 2 por [ DATA ] o [ = ]

Paso 1: Presionar [2ndF] [EDIT]

Paso 3: Presionar [2ndF] [DEL]

DEG	ED	STAT 0.0 0
DEG	ED	STAT 2.0 0
DEG	ED	STAT 5.0 0

Paso 4: Presionar [2ndF] [EDIT] para pagar modo ED, donde ellos son Cambiados como dato 1 4 = 5.00 , dato 5 7 = 9.00 .

BORRAR ERROR

Paso 1: Presionar 7 [2ndF] [DEL]

DEG	STAT
dEL Error

2ndF : [2ndF] tecla pressionada

31 (base 10) = ? (base 2) = ?(base 8) = ? (base 16)	[2ndF] [→DEC] 31	DEG 3 1.
	[2ndF] [→BIN]	DEG BIN 1 1 1 1 1 1.
	[2ndF] [→OCT]	DEG OCT 3 7.
	[2ndF] [→HEX]	DEG HEX 1 F.
4 X 1B (base 16) = ? (base 2) = ? (base 10) = ? (base 8)	[2ndF] [→HEX] 4 [x] 1B [=]	DEG HEX 6 C.
	[2ndF] [→BIN]	DEG BIN 1 1 0 1 1 0 0.
	[2ndF] [→DEC]	DEG 1 0 8.0 0
	[2ndF] [→OCT]	DEG OCT 1 5 4.

12 in = ? cm	12 [A→B] [2ndF] [in←cm]	DEG 3 0.4 8
98 cm = ? in	98 [2ndF] [A←B] [2ndF] [in←cm]	DEG 3 8.5 8

5 4/9 + 3 3/4 =9 7/36 =9.19 8 4/9 + 3.75 =12.19	5 [a b/c] 4 [a b/c] 9 [+] 3 [a b/c] 3 [a b/c] 4 [=]	DEG 9 ▪ 7 ↓ 3 6
	[a b/c]	DEG 9.1 9
	8 [a b/c] 4 [a b/c] 9 [+] 3.75 [=]	DEG 1 2.1 9

31 (Base 10) = ? (Base 2) = ?(Base 8) = ? (Base 16)	[2ndF] [→DEC] 31	DEG 3 1.
	[2ndF] [→BIN]	DEG BIN 1 1 1 1 1 1.
	[2ndF] [→OCT]	DEG OCT 3 7.
	[2ndF] [→HEX]	DEG HEX 1 F.
4 X 1B (Base 16) = ? (Base 2) = ? (Base 10) = ? (Base 8)	[2ndF] [→HEX] 4 [x] 1B [=]	DEG HEX 6 C.
	[2ndF] [→BIN]	DEG BIN 1 1 0 1 1 0 0.
	[2ndF] [→DEC]	DEG 1 0 8.0 0
	[2ndF] [→OCT]	DEG OCT 1 5 4.

12 in = ? cm	12 [A→B] [2ndF] [in←cm]	DEG 3 0.4 8
98 cm = ? in	98 [2ndF] [A←B] [2ndF] [in←cm]	DEG 3 8.5 8

• : moins 2ndF: touche [2ndF] enclenchée

Opération 1: appuyer [2ndF] [TAB]2

Opération 1: appuyer [2ndF] [TAB]4

31 (base 10) = ? (base 2) = ?(base 8) = ? (base 16)	[2ndF] [→DEC] 31	DEG 3 1.
	[2ndF] [→BIN]	DEG BIN 1 1 1 1 1 1.
	[2ndF] [→OCT]	DEG OCT 3 7.
	[2ndF] [→HEX]	DEG HEX 1 F.
4 X 1B (base 16) = ? (base 2) = ? (base 10) = ? (base 8)	[2ndF] [→HEX] 4 [x] 1B [=]	DEG HEX 6 C.
	[2ndF] [→BIN]	DEG BIN 1 1 0 1 1 0 0.
	[2ndF] [→DEC]	DEG 1 0 8.0 0
	[2ndF] [→OCT]	DEG OCT 1 5 4.

Opération 3 : Taper [ 2ndF ] [ DEL ]

DEG	ED	STAT
		0.0 0
DEG	ED	STAT
		2.0 0
DEG	ED	STAT
		5.0 0

Opération 1: taper 5 [x] 5 [2ndF] [DEL]

Logarithms and Antilogarithms 10

Calcolo frazionario 10

Conversionedelleunitaangolari 11

Meno 2ndF: Tasto (2ndF) pigiato

Logarithms and Antilogarithms

ln7 + log100 = ?	7 [ ln ] [ + ] 100 [ log ] [ = ]	DEG 3.95
10^2 = ?	2 [2ndF] [10^X] [ = ]	DEG 1 0 0.0 0
e^5 - e^-2 = ?	5 [2ndF] [e^X] [-] 2 [+/-] [2ndF] [e^X] [ = ]	DEG 1 4 8.2 8

Calcolo frazionario

5 4/9 + 3 3/4 =9 7/36 =9.19 8 4/9 + 3.75 =12.19	5 [a b/c] 4 [a b/c] 9 [+] 3 [a b/c] 3 [a b/c] 4 [=]	DEG 9 ▪ 7 ↓ 3 6
	[a b/c]	DEG 9.1 9
	8 [a b/c] 4 [a b/c] 9 [+] 3.75 [=]	DEG 1 2.1 9

31 (base 10) = ? (base 2) = ?(base 8) = ? (base 16)	[2ndF] [→DEC] 31	DEG 3 1.
	[2ndF] [→BIN]	DEG BIN 1 1 1 1 1 1.
	[2ndF] [→OCT]	DEG OCT 3 7.
	[2ndF] [→HEX]	DEG HEX 1 F.
4 X 1B (base 16) = ? (base 2) = ? (base 10) = ? (base 8)	[2ndF] [→HEX] 4 [x] 1B [=]	DEG HEX 6 C.
	[2ndF] [→BIN]	DEG BIN 1 1 0 1 1 0 0.
	[2ndF] [→DEC]	DEG 1 0 8.0 0
	[2ndF] [→OCT]	DEG OCT 1 5 4.

Negativo e Complementi

12 in = ? cm	12 [A→B] [2ndF] [in←cm]	DEG 3 0.4 8
98 cm = ? in	98 [2ndF] [A←B] [2ndF] [in←cm]	DEG 3 8.5 8

(Note): La procedura operativa per tasto di conversione dell'unità. [ ^ F ^ C] , [mmHg kpa] , [gal l] , [lb kg] , [oz g] , è simile all'esempio di sopra.

(Opmerking):[A], [B], [C], [D], [E], [F]� 1st functies in de HEX modus.

Statusindicatoren

Druk op [2ndF] [TAB] [●]

DEG

0.

Vaste komma weergaveformaat

1. Druk op [2ndF] [TAB] 2
2. Voer 3.256 [ = ] in

DEG	0.00
DEG	3.26

1. Druk op [2ndF] [TAB] 4
2. Voer 4.23 [ = ] in

DEG	0.0000
DEG	4.2300

31 (basis 10) = ? (basis 2) = ?(basis 8) = ? (basis 16)	[ 2ndF ] [→DEC ] 31	DEG3 1.
	[ 2ndF ] [→BIN ]	DEG BIN1 1 1 1 1 1 1.
	[ 2ndF ] [→OCT ]	DEG OCT3 7.
	[ 2ndF ] [→HEX ]	DEG HEX1 F.
4 X 1B (basis 16) = ? (basis 2) = ? (basis 10) = ? (basis 8)	[ 2ndF ] [→HEX ] 4 [ x ] 1B [ = ]	DEG HEX6 C.
	[ 2ndF ] [→BIN ]	DEG BIN1 1 1 0 1 1 0 0.
	[ 2ndF ] [→DEC ]	DEG1 0 8.0 0
	[ 2ndF ] [→OCT ]	DEG OCT1 5 4.

Druk op [2ndF] [RND]

DEG

0.231

Verwisseltoets

12 in = ? cm	12 [A→B] [2ndF] [in←cm]	DEG 3 0.4 8
98 cm = ? in	98 [2ndF] [A←B] [2ndF] [in←cm]	DEG 3 8.5 8

Stap 1: Druk op [2ndF] [EDIT]

Stap 2: Toon 2 door op [ DATA ] of [ = ] te drukken

Stap 1: Druk op [2ndF] [EDIT]

Stap 2: Toon 2 door op [ DATA ] of [ = ] te drukken

Stap 3: Druk op [2ndF] [DEL]

DEG ED STAT 0.0 0

DEG ED STAT 2.0 0

DEG ED STAT 5.0 0

Stap 1: Druk op 7 [2ndF] [DEL]

If a = 5 and b = 6, what are r and θ?	5 [a] 6 [b] [2ndF] [R→P]	DEG 7.81
	[b]	DEG 5 0.19

SR-260N_Dannish_v090325.doc SIZE: 135× 75mm /SCALE 2:1/2009/3/25

Konverting fra polare til rektangulare

If r = 25 and θ = 56°, what are a and b?	25 [a] 56 [b] [2ndF] [R→P]	DEG 1 3. 9 8
	[b]	DEG 2 0. 7 3

Permutation, combination

31 (base 10) = ? (base 2) = ?(base 8) = ? (base 16)	[2ndF] [→DEC] 31	DEG 3 1.
	[2ndF] [→BIN]	DEG BIN 1 1 1 1 1 1.
	[2ndF] [→OCT]	DEG OCT 3 7.
	[2ndF] [→HEX]	DEG HEX 1 F.
4 X 1B (base 16) = ? (base 2) = ? (base 10) = ? (base 8)	[2ndF] [→HEX] 4 [x] 1B [=]	DEG HEX 6 C.
	[2ndF] [→BIN]	DEG BIN 1 1 0 1 1 0 0.
	[2ndF] [→DEC]	DEG 1 0 8.0 0
	[2ndF] [→OCT]	DEG OCT 1 5 4.

Negative tal og komplementer

12 in = ? cm	12 [A→B] [2ndF] [in←cm]	DEG	3 0.4 8
98 cm = ? in	98 [2ndF] [A←B] [2ndF] [in←cm]	DEG	3 8.5 8

(Bemärk): Konverteringstasterne [^ F ^ C] , [mmHg kpa], [gal I], [lb kg], [oz g] anvendes på samme**)](eksemplet ovenfor.

Statistiske beregninger

Ppmaoyrolhbe / nojraHbIe KoOpDnHaTbI 13

IpeceTaHOBKn,coUeTaHnna 13

Ipeoobpa3OBaHne n3 7eCTnDEcTepuHOJΦopMbIB DeCtNUHyO n o6paTHO 13

BbUncJIeHne B pexime n3MeHЯJOUeIcYcNCTeMbI CUnCJIeHnA ...... 14

BbIcJIeHHe c KOMnJIeKCHbIMN YIcJIaMn 15

KhoPkn "CJyuaHbIe YnCJa" n "3aMeHa" 15

Ipeo6pa3ObaHne eDHHu. 16

CTaTnCTnueckoe BbIuNcJIeHne 16

CTaTnCTnueckn paCuet c OndHoi nepemehHOI 16

Ipocmotp ctaTnCTnuecknx daHHbIX 18

IobabOchbI BBOd DaHHbIX 18

PeJaKTIpOBaHne cTaTnCTnueCKnx DaHHbIX 18

YdaJIeHne oIi6Kn 19

MeToD BBOda cpeHneB3BeWeHHbIX DaHHbIX 20

O6uee pykoBOdCTBO

3JneKtpoNTaHne

BkIIOUHTb INN BbIKJIIOUHTb :

—： MнHyC 2ndF:HaKaTa KHOnka [2ndF]

():BbIuNCJIeHne co cKo6kamn CP:OBeCneUeHne ToUHOCTn

CPK:ObecneueHne o6pa60TKn :OTKJIOHeHne

ED: Pekim pejaktorobahnia HYP: Tnep6oJnueckn pekim

BIN：ДВОИЧАССТЕмСЧИСЛЕнЯ

OCT:BocbMepnHa cncTeMa cuncJeHna

HEX: ⅢeCThaIaTepeHnaCnCTema CnCJIeHna

USL:YctaHOBkaBepxHero npedeJa

LSL: YctaHOBka HnXhero npedeJa

ΦopMaT əKpaHa

((Ppimep):NcnpaBbTe 12385 Ha

Uar: HaxmTe [00 0] Dbaxdbl

DEG

1

2

3.

B cepn BblcIeHn Bbl MoXeT nCnpaBJIaTb OuN6Kn B HeNOCpeICTBeHHbIX pe3yJbTaTax, OTMeHЯ DeiCTBHe NOJHOCTbIO C NOMOuH NaXaTna [ON/C] (OTHOCHTeJIbHO OUHCTKN PAmrTu, CMOTpnte cTpaHnCu 9).

Ecnn Bbl HaxMeTe He npaBnIbHyIO KHOKNy apuΦMeTNUeCKOTo DeiCTBn, TO, IpeoTm, KaK BBecTN eIe UTO-HN6yDb, PPOCTO HaxMNTe KHOKNy [CE].

Tochocb npa3peuHne

Tochocb: ±1 B 10-M pa3pJe.

Pa3peSeHne :

B obuem, kaxdoe mHeoUee CmblcI BbIHCJIeHne OTo6paJkaetc MaHTncco Do 10 pa3pIIOB, nIIM MaHTncco n3 10 pa3pIIOB c 2-3NaUHbIM NOKa3aTeJIem CTeJIeH N BnIOTb Do 10^± 99 IIN UeJIbIMn YncIaMn MeKdy -999999999 and 9999999999.

Yncla, nCNoJb3yeMbI e IJI BBOJa, DOJXHbI HaxOHTbcr B IpeJeIax Dnana30Ha DaHHoN fynKcII. Dnana30H IJI KAKdoI N3 fynKcII KaIbKyIaTopa npBedeH Na CNeDyUOx CTpaHIuaX.

Фунникши	Диапазон Ввда
sin x, cos x, tan x	Deg: |x| < 4.5 x 1010平方千米 Rad: |x| < 2.5 x 108π radian Grad: |x| < 5 x 1010平方码 (roh) ordentlich,對於 tan x Deg: |x| ≠ 90 (2n+1) Rad: |x| ≠ π/2 (2n+1) Grad: |x| ≠ 100 (2n+1) (n-centoe число)
sin-1x, cos-1x	|x| ≤ 1
tan-1x	|x| < 1 x 10100
sinh x, cosh x	|x| ≤ 230.2585092
tanh x	|x| < 1 x 10100
sinh-1x	|x| < 5 x 1099
cosh-1x	1 ≤ x < 5 x 1099
tanh-1x	|x| < 1
log x, ln x	1 x 10-99 ≤ x < 1 x 10100
10x	-1 x 10100 < x < 100
ex	-1 x 10100 < x ≤ 230.2585092
√x	0 ≤ x < 1 x 10100
x2	|x| < 1 x 1050
1/x	|x| < 1 x 10100, x ≠ 0
3√x	|x| < 1 x 10100
x!	0≤ x ≤ 69, x-centoe число.
R→P	√x2+y2<1 x 10100
P→R	0 ≤ r<1 x 10100 Deg: |θ| < 4.5 x 1010平方千米 Rad: |θ| < 2.5 x 108π radian Grad: |θ| < 5 x 1010平方码 (roh) Однako,对于我们 tan x

	Deg : |θ| ≠ 90 (2n-1) Rad : |θ| ≠ π/2 (2n-1) Grad : |θ| ≠ 100 (2n-1) (n -疃е число)
→о”,”	| DD |, MM, SS.SS < 1 x 10100, 0 ≤ MM, SS.SS
о”,”→	|x|< 1 x 10100
x^y	x > 0 : -1 x 10100 < y log x < 100 x = 0 : y > 0 x < 0 : y = n, 1/(2n+1), n -疃е число. Ho -1 x 10100 < y log | x | <100
√x	x > 0 : y ≠ 0, -1 x 10100 < 1/y log x <100 x = 0 : y > 0 x < 0 : y = 2n+1, l/n, n -疃е число.(n ≠ 0) Ho -1 x 10100 < 1/y log | x | <100
a/b/c	Ввор:Обочец колиесто виздам，在 зел�� чесу，在 саллесу，在 Залмения，在 Залмения，在 Залмения，在 Залмения，在 Залмения，在 Залmения，在 Залmения，在 Залmения，在 Залmения，在 Залmения，在 Zалмения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在 Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmения，在Zалmени�. Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын: Ф�ын:
nPr, nCr	0≤r≤n, n≤999999999, n, r- Zeльные число.
STAT	|x| < 1x1050, |Σx| < 1 x 10100 0 ≤ |Σx2| < 1 x 10100, n, r- Zeльные число x : n≠0, S : n>1, σ : n>0 Диапазон = 1 ~ r, 1 ≤ n ≤ r, 80 ≤ r ≤ 20400
→DEC	0≤x≤999999999(для Нучая поочи тьного) -999999999≤x≤-1(для о trifсятейно) -999999999≤x≤-1(для о trifсятейно) →BIN	0≤x≤011111111(для Нучая поочи тьного) 100000000≤x≤111111111 (для о trifсятейно) →OCT
→HEX	0≤x≤2540BE3FF(для Нучая поочи тьного) FDABF41C01≤x≤FFFFFFF (для о trifсятейно)

CocToHHnI pReBbIeHnI / oOn6Kn

Korda nmeet MeCTO KaKoe-Jn60 N3 nepeynJeHnX MxJKe, yCNoBn, n DaJIbHeiWee BbIuNCJIeHne CTaHOBNTcR HeBO3MOxHbIM, Ha 3KpaHe IOnBIIeTcR fJaXoK "E". YTo6bl c6pocntb 3Tu fJaXkN IpePONHeHnI nn OSh6Kn, pOcTO hAkmTe [ON/C], n MoXHo BbIIOJIHrTb OuepeDHOe BbIuNCJIeHne.

1) Korda Φункциональные BBИСЛЕпь вынCSЛЕпь вынOLHЯOTССЧСЛOM,празвшюшим ДиапзOH BBOДa.
2)Korda yinCloJeInTc8Ha0.
3) KOrda KHOpKa [ ( ] nCnoJb3yeTc8 6OJIe 15 pa3 B OndHom BvipaxKeHne.
4) Korda pe3ynbTaT (npomexkytohbln nHn nTOOBbln HAKONJIeHHaB B naMaTn CymMa npebblaaet npedeJL. (± 9.999999999× 10^99)
5) Korda 60jee 7eCTn He3aKOHueHHbIX DeiCTBNI.

ПостоЕ Вь中医药范围内

Ipeed BbINOJIHeHnEM IpoCTOnO BbIuNCJIeHnI, npOBepbTe n y6eIITecb, YTO BaI KALbKJyTOp yCTaHOBJIeH Na DeCraTNUHyo CnCTeMy cUncJIeHnI n peXIM 3kpaHa "PnaBaIoUca ToUka".

CmeuHoe apnФmetnueckoe BbIuNCJIeHne

1 + 2 x 3 = ?	1 [+] 2 [x] 3 [=]	DEG 7.
-3.5 + 8 ÷ 2 = ?	3.5 [+/-] [+] 8 [÷] 2 [=]	DEG 0.5

BbIuNCJIeHnco cKo6kamN

Дeиствя BHytpn CkObOK BCerga BblNoHЯOTcB NepByIO OчepeDb. Bbl Moxet nCpOJIb3OBaTb Do 15 yPoBHeN CkObOK B ODNOM OTdIbHOM BblUncIeHn. Korda OTKpbIBAeTcN nepBbI yPoBeHb CkObOK, Na 3KpaH e NOyBJIeTcNФJaXoK "( )" N OCTaETcN Do Tex NOp, Noka He 3aKpoEtcN pOcIeHn yPoBeH b CkObOK.

(5-2×1.5)×3 + 0.8×(-4)=?	[()5[-]2[x]1.5[]) 3[+]0.8[x]4[+/-][=]	DEG 2.8
2×{7+6×(5+4)}=?	2[x][(?]7[+]6[x][] 5[+]4[=]	DEG 1 2 2.

(ОьразиTe BнIMанe): Heo6aTeIbHo NaJIMaTb KHONKy [ ])перд КнОнКо[=].

BbIuNCJIeHne c NOBTOPOM

KaNbKyJyTop no3B0JaT Bam nobTOpTaB BBOd nocJeHero YnCJa nnIIOcJIeDHeE BbINOJIHHeHHoe DeiCTBne C NOMOuHaxKaTna KHOPIK [=].

BbIyIcJIeHHe C NcNoJIb3OBAHHem NaMRTN

BbIdoJXHbI NOMHnTb O cNeDyUOx npaBnax, KOrda BbINOJIHReTe BbIuNCJIeHn, IcNoJIb34I NaMDTb.

1) Korda Ynclo 3aHocntcB namrTb, noBJIeTcR qJnaKOK " M".

2) Вьзов ИЗ памяту нажатием Кногки [MR] He влгет на се coideржимoe.
3)Вразиме STAT HeioctypeHи ODNH n3 BnIOB pamrTn.
4) Дя того, чобьл замень соржимое пamгн ha otobpaхаemoe усло, посяиста, нахмпт ekhONky [X→M].
5) CoidepKIMoe Bcex BnIOB nAMrT MoKeT BbITb OUnIeHO nOcJIeIOBaTeJIbHbIM HaKaTneM [0] [X M] nIIN [ON/C] [X M] .

3 x 5 +) 56 ÷ 7 +) 74 - 8 x 7 ОBSTEE КOLINCECTBO = ?	[ ON/C ] [X→M]	DEG 0.
	3 [x] 5 [M+]	DEG M 1 5.
	56 [÷] 7 [M+]	DEG M 8.
	74 [-] 8 [x] 7 [M+]	DEG M 1 8.
	[ MR ]	DEG M 4 1.
	0 [X→M]	DEG 0.

HayuHoe BbIyNCJIeHne

Ipeed BbINOJIHeHem CJeDyUoJero BByIcJIeHn IpoBepbTe n y6eIITecb, YTO BaW KaIbKyIaTOp yCTaHOBJIeH Ha DeCraTNUHbI fOpMaT 3kpaHa c 23NaKaAMn PocNe 3aJaToi.

06paTHaBcHnHa,ФakTopnaJ

1/1.25 = ?	1.25 [ 2ndF ] [1/x] [ = ]	DEG 0.80
5! = ?	5 [ 2ndF ] [x!] [ = ]	DEG 1 2 0.00

Kbapat, Kopeh Kbapatb/ Kyuchekn,BO3BeDeHne B CTepeHb, Kopeh

22+34=?	2[x2][+]3[xy]4[=]	DEG 8 5.0 0
5x3/27+√34 =?	5[x]27[2ndF][3√] [+]34[√][=]	DEG 2 0.8 3
9/72=?	72[2ndF][√x]9[=]	DEG 1.6 1

JlorapnΦMbI n aHTNlOrapnΦMbI

ln7 + log100 = ?	7 [ ln ] [ + ] 100 [ log ] [ = ]	DEG 3.95
10^2 = ?	2 [2ndF] [10^X] [= ]	DEG 1 0 0.0 0
e^5 - e^-2 = ?	5 [2ndF] [e^X] [-] 2 [+/-] [2ndF] [e^X] [= ]	DEG 1 4 8.2 8

BbIuNCJIeHne c dpo6aMn

(ObpaTnTe BnHaHne): Obseee KOJIyEcTBo 3NaKOB, COCTOJaee n3 ZeIOn Yactn YncJa, YncJInteJr N 3HaMeHaTeJr, DOJXHO 6bITb B npedeJax 10, INaYe 3NaYeHne dpo6n He MOxKet 6bITb POKa3aHo NOJIHOCTbIO.

HajkaTneM [2ndF] [ % ] , oTo6paJKeHHe 3NaYeHne 6yJeT npeo6pa3ObaHO B HenpaBnIbHyIO dpo6b.

2/3 + 7 3/5 =8 4/15	2 [a %] 3 [+] 7 [a %] 3 [a %] 5 [=]	DEG 8 ∟ 4 ∟ 1 5
=124/15	[2ndF] [→%]	DEG 1 2 4 ∟ 1 5

Korda BbINOJIHЯETcH naKaTne KHOJKN [a ] nocNe KHOJKN [=] nII IN BBOI DEcAryHOrO YnCJa C dpo6HoJ YaCTbI, OTBET OTo6paJxAeTcR B DEcAryHOM φOpMaTe.

5 4/9 + 3 3/4 =9 7/36 =9.19 8 4/9 + 3.75 =12.19	5 [a %] 4 [a %] 9 [+] 3 [a %] 3 [a %] 4 [ = ]	DEG 9 ∟ 7 ∟ 3 6
	[a %]	DEG 9.1 9
	8 [a %] 4 [a %] 9 [+] 3.75 [ = ]	DEG 1 2.1 9

Bo BpemBbIuNCJIeHnC dpo6aMn,ecnnuΦpy MOxHO COKpaTNTb,TO OHa ynpoaaetcdo camoro npedeJa nocne haxaTna ΦyHKUHOHaNbHOJ KOMaHdHOK HONKn [ + ] ,[-]，[x] or [ ÷ ] )IIIN KHOKN [ = ]

3 119/21 = 8 2/3

3 [a %] 119[a %] 21 [=]

DEG 8 ∟ 2 ∟ 3

Ecnn o6uee KOJnueCTBO 3NaKOB, COCTOaee n3 ueon Yactn uncna, uNCInTeJIy n 3HaMeHaTeJI npBbIaet 10 (BkInoua MeTKn- pa3deJIteJI), ITOROBbI OTBeT 6yDet OTo6paKeH B DeCrtNCHOM opMaTe.

12345 5/16 + 5 6/13 = 12350.77

12345 [a %] 5 [a %] 16 [+] 5 [a %] 6 [a %] 13 [=]

DEG 1 2 3 5 0.7 7

Ppeo6pa3ObaHne yrIIOBbIX eINHnC

KanbkyIaTOp n03B0JAEr Bam npeO6pa3OBbIBaTb yrIOByIO eINHnCy
n3MepeHn B rpaDycbl (DEG), paDaHaHbI (RAD), n rpaDbI (roH)
(GRAD).

CoOTHOWeHHe Mekdy 3TtIMN TpeM yrIIOBbIMn eDINHcbl TaKOBO :

180^ = paɪnən=200 rpaɪn

1) UTo6bI n3MeHnTb yCTaHOBky no yMOJUaHnIO Ha dpyrYIO, HaxmaiTe KHOJIky [DRG] HeCKoJIbKO pa3 Do Tex nop, Noka Tpe6yEma Bam YrIOBaЯ edHHuca He 6yDeT yka3aHa Na 3KpaHe.
2) Посné ввoda угла нажмITE несякову pa3 [2ndF] [DRG→] доTeX по, пoka пpeobpa3OBaHHoe 3нauчени He bудет OTObpaжени.

90°(граздунов) = ? (разиан) = ? (гразд)	90	DEG 9 0.
	[2ndF] [DRG→]	RAD 1.5 7
	[2ndF] [DRG→]	GRAD 1 0 0.0 0

TpuroHometpnupecka / o6paTHa TpuroHometpnupecka Функции

Ecnn nCnoNb3yeTe 3TN KHONKn, y6eIntecb, YTO KaIbkyJrTOp yCTaHOBnen Ha Ty yTIOByU OeINHcU, KOtOpA Bam Heo6xOdIma.

3 sin 85° = ?	3 [x] 85 [sin] [=]	DEG 2.99
cos (π/4 pадиан) = ?	[DRG] [2ndF] [π] [÷] 4 [=] [cos]	RAD 0.71
tan 150град = ?	[DRG] 150 [tan]	GRAD -1.00
sin -1 0.5 = ? градус	[DRG] 0.5 [2ndF] [sin -1]	DEG 3 0.00
cos -1(1/√2) = ? радиан	[DRG] 2 [√] [2ndF] [1/x] [2ndF] [cos -1]	RAD 0.79
tan -1 1 = ? радиан	[DRG] 1 [2ndF] [tan -1]	GRAD 5 0.00

Uar 0: YTo6bI Bbl6paTb peXIM ED, haxMnte [2ndF] [EDIT].

(Metod 1):

Uar 1: Haxmnte [2ndF] [EDIT]

Uar 2: HainTe 2 c nOoBIO [DATA]nIi [= ]

Uar 3: BVeInte 3, YTo6bI 3aIncatb 3aHOBO 2

DEG	ED	STAT 0.0 0
DEG	ED	STAT 2.0 0
DEG	ED	STAT 3.

Uar 4: Haxmte [=] n [2ndF] [EDIT], yTo6bI BbIyTN n3 peXmAm ED, rDe 3Tu DaHHbIe N3MeHeHbI Ha daHHbIe 1 = 3,00, daHHbIe 2-5= 5,00, daHHbIe 6-8 = 9,00.

Hajmte 2 [2ndF] [DEL], yTo6bI ydaIITb 2.

MToD2:

Uar 1: Haxmnte [2ndF] [EDIT]

Uar 2: HauTe 2 c nOou [DATA] nn [ = ]

Uar 3: HaxmTe [2ndF] [DEL]

DEG	ED	STAT 0.0 0
DEG	ED	STAT 2.0 0
DEG	ED	STAT 5.0 0

Uar 4: HaxmTe [2ndF] [EDIT], yTo6bI BbIyTu n3 peXnMa ED, rJe 3TN daHHbIe n3MeHeHbI Ha daHHbIe 1-4 = 5,00, daHHbIe5-7 = 9,00.

YdaJIeHne Oun6Kn

Uar 1: HaxmTe 7 [2ndF] [DEL]

Uar 2: Haxmnte IIO6yIO KHOJky, yTO6bI y6paTb erO

DEG	STAT
	dEL Error
DEG	STAT
	0.0 0

Uar 3: BbIbepepeKIM ED, 3aTeM npocmoTpe daHHbIe c nOMoou [DATA] nnn [=] , rde 3TN daHHbIe BCE eue octaOTcraHHbIMn 1= 2,00, daHHbIMn 2-5 = 5,00, daHHbIMn 6-8 = 9,00.

Uar 1: HaxmTe 5 [x] 5 [2ndF] [DEL]

DEG	STAT
	dEL Error
DEG	STAT
	0.0 0

Uar 2:Haxmnte JIO6yIO KHONky, YTO6bI y6paTb erO

3: BbIbepepeKIM ED, 3aTeM npocmOTpe daHHbIe c nOmoBIO[DATA] nIi [=], rIe 3Tn daHHbIe nOmeHЯINc b Ha daHHbIe 1 = 2,00, daHHbIe 2-4 = 9,00.

MeToD BbOda cpeiHeB3BeWeeHHbIX daHHbIX

Korda HeCKoJIbKO DaHHbIX IMeOT OdINHaKOBoe 3NaueHne, BMeCTO HeNocpeIcTBeHHoro BBOda KaXDoRo DaHHoro, Bbl MoXeTe BBecTn 3To 3NaueHne I NcNoJIb30BaTb erO B NOBTOPIUxxCra BByNCJIeHNyx Do 255 pa3. DaHHbIe, OCHOBaHHbIe Ha PpIMepe 1, MOrTy 6bITb 3a\PuCAhBi 3aHOBO IV BVeDeHbI CJIeDyUOzIM 6bpa3OM:

3NaueHne KoJIyuCeTBO npImeHEn AJbTePHaTnBHy MeToD

2	1	[ DATA ] 2
5	4	[ DATA ] 5 [ x ] 4
9	3	[ DATA ] 9 [ x ] 3

, rIe daHHbIe 1 = 2, daHHbIe 2~5 = 5, daHHbIe 6~8 = 9.

B pexime ED, korga Bbl npoJolkaeTe, Bbl6paB 3NaueHne n3 daHHbIX 2~5 nncpabNV erO ha 33, nepeCTaHOBka cpeiN 3TuX daHHbIX bUdET npOn3BeDeHa cIeDyUoIm o6pa3OM: daHHbIe 1 = 2 , daHHbIe 2 4 = 5 , daHHbIe 5 = 33 , daHHbIe 6 8 = 9 , rJe HOBoe 3NaueHne 33 BcTabJIeTcI noCle daHHbIX 4 = 5

(Оьрати Te BнIMанe): KOrda nMeet MeCTO lioboe n3 nepeuNCJIeHHXHIXe ycIOBn, n ДальHeIshN BBOd DAHHbIX CTaHOBNTcR HeBO3MOxHbIM, NOBJIeTcR φJaXoK "FULL". UTo6bl c6pocntb 3TOT φJaXoK, npocTo haxMITE JIO6yU KHOIpKy. BVeDeEHbIe nepei 3TmДaHHbIe BCE eIe coXpaHЯIOTcR, ecIn Bbl He BbIXODHTe n3 peJIMa STAT.

1) Ecni KoIInueCTBO BBOIOB DaHHbIX C NOMOu [DATA] npEByIaet 80.
2) YncIIO NOBTOpeHn IpeBbIaeT 255.
3) n>20400 (korda koJnueCTBO BBOIOB daHHbIX C NOMOuIbO [DATA]doCTnraet 80, n KOJnueCTBO NOBTOpeHniДЯ kajdOro 3NaueHnA coCTaBJIeT BCE 255, t.e. 20400 = 80r'255, noRbJIeTcA coo6UeHne n = 20400.)

Zawartosci

Press [2ndF][TAB][ ]

DEG

0.

30% of 120 = ?	120 [x] 30 [2ndF] [%][=]	DEG
70% of 120 = ?	70 [2ndF] [%][=]	DEG
		8 4.
88 is 55% of what number=?	88 [÷] 55 [2ndF] [%][=]	DEG
		1 6 0.
30% add-on of 120=?	120 [+] 30 [2ndF] [%][=]	DEG
		1 5 6.
30% discount of 120 = ?	120 [−] 30 [2ndF] [%][=]	DEG
		8 4.

31 (base 10) = ? (base 2) = ?(base 8) = ? (base 16)	[2ndF] [→DEC] 31	DEG 3 1.
	[2ndF] [→BIN]	DEG BIN 1 1 1 1 1.
	[2ndF] [→OCT]	DEG OCT 3 7.
	[2ndF] [→HEX]	DEG HEX 1 F.
4 X 1B (base 16) = ? (base 2) = ? (base 10) = ? (base 8)	[2ndF] [→HEX] 4 [x] 1B [=]	DEG HEX 6 C.
	[2ndF] [→BIN]	DEG BIN 1 1 0 1 1 0 0.
	[2ndF] [→DEC]	DEG 1 0 8.0 0
	[2ndF] [→OCT]	DEG OCT 1 5 4.

12 in = ? cm	12 [A→B] [2ndF] [in←cm]	DEG 3 0.4 8
98 cm = ? in	98 [2ndF] [A←B] [2ndF] [in←cm]	DEG 3 8.5 8

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For more information about collection and recycling of batteries, please contact your local municipality, your waste disposal service or the point of sale where you purchased the items.

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